Searching Rudolf Steiner Lectures by GA number (GA0323) Matches
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 Title: Astronomy Course: Lecture I
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 three men could scarcely understand one another. The one who
 geometrical conception of threedimensional space; — to
 Title: Astronomy Course: Lecture II
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 his cosmic system upon three axioms. The first is that the
 external phenomena surrounding man from three different
 first in quite a popular, even elementary way how these three
 that there exists a certain connection between this threefold
 must have a connection with the threefold being of man.
 three members of the threefold man. When we bring this into
 human form — the threefold being of man. Thus do the
 Title: Astronomy Course: Lecture III
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 on this account was he able to draw up his three famous Laws
 For modern Astronomy the three famous Laws of Kepler are
 Title: Astronomy Course: Lecture V
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 the threefoldness of the being of man, recognized as a
 three forms of processes all that is functional in man is
 organism is derivable from these three.
 learning to understand man in this threefold aspect we must
 observe that he is connected with the outer world in a three
 what is manifested therefore at the two poles of threefold
 threefold human nature, organized now in one way, now in
 Title: Astronomy Course: Lecture VI
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 the Earth today are such that we have the three types; the
 Title: Astronomy Course: Lecture VII
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 which is characterized by three rigid directions at right
 reality, to justify our setting up the three coordinate axes
 Title: Astronomy Course: Lecture VIII
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 mood of soul. We spoke of his three Laws — a work of
 harmony. He felt has three planetary Laws as a last
 Title: Astronomy Course: Lecture X
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 Cassini curve. We know that this curve has three, or, if you
 create threedimensional forms then I should obtain bodies
 Title: Astronomy Course: Lecture XII
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 three formative principles
 of three Suns instead of one. So they distinguished three
 Modern Astronomy too has its three Suns. There is the Sun
 distinguishes three: the real Sun and two imagined ones. It
 needs the three, for what is calculated to begin with does
 remain behind. Thus if we study the three kingdoms quite
 Title: Astronomy Course: Lecture XIII
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 the same magnitude for all three planets. Nay more, it is the
 Title: Astronomy Course: Lecture XIV
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 contemporaries: I look at three successive positions of what
 three, and we shall say to ourselves: Something in us is the
 outcome of the substantialities of these three spheres. Here
 mathematician's bugbear — the “problem of three
 connected with the problem of three bodies, Earth, Sun and
 centreofgravity of the three bodies — Sun, Moon and
 of three bodies', yet it is solved, namely in Man. When man
 pointofintersection of the three influences. It is
 Title: Astronomy Course: Lecture XV
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 Geometry, that is to say, within a rigid threedimensional
 Three*, we get into formidable difficulties in spatial
 goes with it in the organization three independent systems
 this question: How are the three members of the threefold
 be only pictorial to begin with — of how the three members of
 threefold system thus presented we have the key to the
 the Cassini curve, we showed that it has three essential
 than three dimensional space affords. Thinking in this way,
 ordinary space, conceived in its three dimension, but with a
 Suppose I form the thought of ordinary, threedimensional,
 and mental presentation of it — threedimensional space with
 debt. Likewise I cannot only make the three dimensions to
 think only two dimensions instead of three, but that is not
 source that can no longer be there in my threedimensional
 ordinary straight line drawn into threedimensional space. It
 successive vanishing of three dimensions. Now let us suppose
 quite outside threedimensional space. What then shall we
 to what is quite outside threedimensional space.
 what is outside it threedimensional space altogether. We can
 deleted", but only to what deletes all three of them, z, y,
 Maximum number of matches per file exceeded.
 Title: Astronomy Course: Lecture XVII
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 of today uses three Suns in its calculations: the real Sun,
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